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21ic问答首页 - TAG - LED驱动芯片
  • LED驱动芯片TL4242内部框图原理求解

    [i=s] 本帖最后由 火星国务卿 于 2020-9-10 16:42 编辑 [/i] 以下图片是TL4242 LED驱动芯片的功能框图,搞不清楚他的工作原理,有没有大佬说明一下,其中I 是电压输入端,Q是输出端 ST是错误检测,短路,断路 [img]data:image/png;base64,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**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***17PZgbb7IuCOn/WsQ8A1WPS0oUYALOi2Bvfzzz/Xndu3nQm40e3K+kXAHT/rWYeA62nRe/11Fi2ZBgCtCvl8Tw9J+O///M967re/lejYMuxjg3vd8xeDsz7vEHA9LXrSAY5GwAXQn373ht3f39dXfvXXEnnQw72VlaH2sWUf3PGzPu8QcD0tetIBjkbABdCf/f39gfaGja7PncTjb8vlspZzuaHeo5DP6/DwcERHhDjW5x0CrqdF9/380sZCnwMwnCAIBg6On3/+uTb+6q/Gvq51mBvLovp56hkGY33eIeB6WnTfzy9tLPQ5AMObzkypUqkM9G9rtZqWc7mxXhl9vLs79BPIjo+PdT2bHc0BoSPr8w4B19Oi+35+aWOhzwEYXq83mnUyiuUDnYTBdNAAHhp0KQb6Y33eIeB6WnTfzy9tLPQ5AMMbRfi7t7LS95PFelHI50dyY9i9lZWhQjx6Y33eIeB6WnTfzy9tLPQ5AMOrVCqazkwNvP2WNPwWXnHCK8PDvucozg+9sT7vEHA9Lbrv55c2FvocgNG4v74+9BXY++vrI9tndpRre/eKxYEfDoH+WJ93CLieFt3380sbC30OwGgcHh4OvY42vFI67HpZ6TyUjmJ3hlHtwIDeWJ93CLieFt3380sbC30OwOgs53Jt61RbxxGXW5z9/X0ezztB1ucdAq6nRff9/NLGQp8DMDrj3A0halLjEVdvJ8/6vEPA9bTovp9f2ljocwBGa1S7FlxlUuPR491drt5OmPV5h4DradF9P7+0sdDnAIzW8fGxpjNTY33i1yTGo/A8RrEeGL2zPu8QcD0tuu/nlzYW+hyA0dsrFnVvZWVs7z/u8ahWq+neysrYr0SjnfV5h4DradF7O78vFWzf7HCTwJJWHz3Vaf3ipWclrc5MaTpzUzvBl2M88mc6PSjqwa35y2NZKGinFKg6xp/a2WcqFa5pOjOrG9tHqnf/B7Es9DkA43FvZWVsW2uNezzaerjF0oSEWJ93CLieFn34gDvVHOomEnDrqh5sajH2WOa1Uvx04IA5OAIugGRVKhVdz2bH8vSvcY5He8XiSB4OgcFYn3cIuJ4Wvb+A2xreIkFzaVvBxFLlZZhcXHtycfX4Cx1svHR+LhM9lvZjIuACSMrx8fFYQu64xqNyuazr2exY1w/jatbnHQKup0UfLuA+02npDS1mZrW48fR8aUDbFdy6qsH7zUsJZm7rwZPLpQT106faLSw1/33x4HLZQ5swTE5p7taG9g5O4wNleCwzayqdXbyifqSdpdnL42u85n/XzpNdrS7MXrzvlj4+fdby867pT7bfuzzWmdvafBr+7JaAG/ezO36O8fXwtc8BGK9xhNxxjEeEWzdYn3cIuJ4WfRRLFJrCYGvArT7Vg4vQ2Nwu/r4ROPtZavBMJ8VXNNe6Fnj7/9ZBI5Sqv4Abd24Lmzqo1hUN1O3tJT04+ELtV3AvQ/Fq6bP4n92lHr72OQDjF4bcYR/lGxr1eLRXLBJuHWF93iHgelr0Ua3BbSwV6LYGt/6p9u7OXwa/2CudPaifqLS2FHMs87qz/Unz1eSeAu7lv6ufPtHrC7ORcBq9Yryro2q96efPFUo6awu4dZ2V1jTX+HupHmzrRpclFBb6HIDJCEPu1sOtode3jmo8qtVqur++ruVcjnDrCOvzDgHX06IPvQb3aFd3ooE2NuCeKSi9p73iu9ppLEUIw2Nk7WzjSuy72utpN4RnOj34O/1043bL1dzW5Qe9LFG4ailBzNVYtQbWmDW44c+aWVPp7Bddlye01sPXPgdgcmq1mgr5vJZzuaGeDjaK8SgIAi3ncrq/vs4NZQ6xPu8QcD0t+nABV7q8utkh4IZLFBYK2il+qKD685iwWFc1+LAlAEfW9faifqqD4sZF2G65OhwN261/Ns6A23ifa1p98mHX5Qmt9fC1zwGYvHBJwOPd3YHC5TDjUa1W09bDrZEumcDoWJ93CLieFn3YgHv56/y4gPuLy1/T3y3qpB736/92jeDYadlC42cs6fXSycXxxFxNblytDdfJhjfFxV1xjixtaKwbvmKJQuTKc/wSheZzmVt4Qc93WZ7QWg9f+xyAZFQqFRXyeV3PZrVXLPYVdAcZj2q1WiNY319f5wlljrI+7xBwryx6uF3WcFtEJWE0a3Av15l2CrjR9brPL3xHc21XWWPW9Xa8gtu6rKHlWC7C9NU3h437JrMLTTfRdQ71cfWwONAAGL8gCBpBd+vhVk9rYfsZj46PjxtXbAv5/FBLIzB+1ucdAu5VRW9c8bMYcOd1Z+N9BdWLs25bFnCmoLh2cdV0XnfeLOvkaFs3GgG2rmpQiixNuFiHG306Wpz6qQ7ee6uxrdd0Zup8e7F3P7w8Fkn107I2wy3KZm5r87890Y9j1+AWtPf03Yv3m9Vi4e3IjgyRJQrFD7UXHutCQbsHHbYJaxxBZMeHHm6ksz7QAJicaBBdzuX0eHdXQRDEXtm9ajyq1Wo6PDzU491dLedyjaUQXLFNB+vzDgE3tujPdHrwdiRk+RpwPdbTLg7xa3B7076bwlWsDzQAkhEG1HsrK5rOTOneyooK+bz2ikXtFYuazkw1/nfYwpvXwtc/3t3V4eFh0qeCPlmfdwi4MUW/XCv6Pa2+tkTATaNxB9zWbdG6sD7QAHBDEAQ6PDy8MuAeHh6y/MAD1ucdAm5swN3VSuFtHZye9bQFlIssd2pJYwy40WUdPSy5uGB9oAHgJsYjf1mfdwi4Pa1RJeBiONYHGgBuYjzyl/V5h4BLwMUEWB9oALiJ8chf1ucdAi4BFxNgfaAB4CbGI39Zn3cIuARcTID1gQaAmxiP/GV93hlPwG3aBL/D3qqN10QfcVqPPECgJVQ23TT086YN+pu3aWrZ2zXmCVNpD7j7+/v64x/8QOVyueNr0t6pgyDQ/v5+29295XI5lXswWh9oALiJ8chf1uedCQfcaCANw2P0DvbmcBoNro1HozY9PjV8EEDkTvnWn+1hwC3k841jL+TzsU+rSWOnrlQqery7q+vZbMe+E7Z7KytXBnzXWB9oALiJ8chf1uedMQfc5quz1aNd3Yl53GsjyLaG00ZwbQ2aYcD9hhYXrjX9nEYQXnhBzw8dcN0UDbhh23q41fSUmrSdX7gfY79tOZdLxX6Nae9zAPzEeOQv6/POBANuzJ+Hyw7CENr4//9ZD16LBtcw0Lb+/3n94a1lzTWCb7jE4Zr+ZOM/nz+swUjAnc5M6blvfUt7xaKk9ATcWq3WeMJOtF3PZnV/fb1tiULca6czU9rf30/6VK6U9j4HwE+MR/6yPu8kcwU3vDLb9LroFd0n+h+ltcvgGr6ucUU3skH/u29rdaZ16cJN/bj4X8wF3LD9wcvfTcX5xYXb5Vyu69KDSqWirYdbsVexXZX2PgfAT4xH/rI+7ySwBndWixtPVZWkpnW4/6NpTW50ze3/17T+VmoKuE8+vAy/X/zT+f9e2tbR0bbZgJuW82sNt63LLLo5Pj5uew9X1+WmpSYAbGE88pf1eWfCAbf10abhkoJZ3XjrHf04epW2cdW2oJ++W4gsQ5CaH7F6GYzDZQnRUNxLwPW9uah1ze2gwbT1KvD1bNbJXRbSUBMA9jAe+cv6vDPZNbhxwnW333lBi9H1uJEQu7jwjZb3igbcnzdC8vML32kE4V/2EXDTJu1XcCuVStuV22HUarWmnRcK+fyIjnR0XK8J3FWr1Rr9pp/fcAC9YDzyl/V5J/mA23S1N3qVNron7lTzVmBNAfezy5CcmWr8zLrRgPvyiy+qXC47fX6Pd3cbx7acy41k0g6CoOmcXbuKm/Y+h+S09p3wRlJgFBiP/GV93kk+4DbtfRvdE1dNwbX5YQ4tATcaki+CsMWAu1csNsKiy+cXvdo6yjWz0c/l8e7uyN53FNLe55CcuO/6ci6nw8PDpA8NHmA88pf1eceBgBu5Utt0lTb6Pq0PWmgJuJGQHAZhSwH3/vp62xVLV88veqX1ejY70veOXrm+t7Iy0vceVtr7HJJz1fKjTg96AXrFeOQv6/POeAKu49Je9Pvr65rOTOmPvv/9jg85cPX89vf3m4L5KEXXKrp23mnvc0jOVQE3bP3uQAJIlxccXN19BsOxPu8QcFNY9Eql0vXpXa6e36BPLBukufSEs7T3OSSnte9UKpXGf+RG2/VslvW56EmtVtPWwy36jOeszzsEXE+L7ur5TSrcunburh4X3Nep7wRBEPtkP9bn4ir7+/u6ns1y1d8A6/MOAdfTort6fgRct44L7uvWd8rlctONm2FjfS6igiDQci6neysrTv12C+Njfd4h4HpadFfPb5JLFFzaKsxCn8N49NJ3arVax+8WV+rSZ5RjRLik5Xo2q/39/ZG9L9xnfd4h4HpadFfPb5w7HRwfHzt73hb6HMajn77D+lw/jGqM2CsWWY5gmPV5h4DradFdPb/Wp5iN8ipr9ArWqHdoGJaFPofxGKTvsD433YYdI8LlCIV8nuUIhlmfdwi4nhbd5fOLTryjuqrU+rhe17a9sdDnMB7D9B3W56bToGNEdDmCa2MgJs/6vEPA9bToLp9f66OERzHRRq/eXs9mnft1nIU+h/G4uu+0PvSmXbg+Ny7o8qtrN/U7RkTXYD/e3aWmkMS8Q8D1tOiun99yLte0FneYAfnw8LDpfF1ca2ihz2E8hg24oUqloq2HW6zPTYF+xojDw8PGcgSuyiPK+rxDwPW06K6fX/SRvcOE3NZfwbr2iN6QhT6H8RhVwA0FQdD2uO9wfS6/1nZDL2NEpVJRIZ+nbujI+rxDwPW06Gk4v9Ztja5nsz3fEBG3LdL1bNbZKxgW+hzGo73v1HVWWtNcy59ftpvaCb7s+r7lcrnpNynR9bncmJSsq8aI6Ni3VyyyHAEdWZ93CLieFj0t5xf3K9NCPq9yuRw7cB8fH8euJ3Q53Eo2+lwnrdu30YZrowq4Uvf1uS7tJW1JpzEi/I1VIZ+nNujK8rwjEXC9LXqazq/Tnd7TmanG2rK4X6mG7d7KitPhVrLR5zrZKxZZ4zmEq/tO/0sU4nRbn8tVwslqrfPx8XFjOQLbvKFXlucdiYDrbdHTdn7herJ+rmSl6eYYC32uEwLucCYRcEOsz3VDWOdarabHu7uazrAcAf2zPO9IBFxvi57W86tUKnq8uxu7SX3YrlrC4CoLfa4TAu5wJhlwQ6zPTdZ0Zqrxm6376+ssR8BALM87EgHX26L7cn5BEDRamgd5C32uEwLucJLqO6zPTU541Zz/mMAwLM87EgHX26L7fn5pY6HPdULAHU7SfYf1uZNnbYzAeCQ9diSNgOtp0X0/v7Sx0Oc6IeAOx5W+w/rcybE2RmA8XBk7kkLA9bTovp9f2ljoc50QcIfjWt9hfe74uVBnpJ9rY8ekEXA9Lbrv55c2FvpcJwTc4bjYd1ifO16u1Bnp5uLYMUkEXE+L7vv5pY2FPtcJAXc4Lvcd1ueOh2t1Rjq5PHZMAgHX06L7fn5pY6HPdULAHU4a+g7rc0fL1TojXdIwdowTAdfTovt+fmljoc91QsAdTpr6DutzR8P1OiMd0jR2jAMB19Oi+35+aWOhz3VCwB1OGvtO5/W5D5M+tFRIS53htjSOHaNEwPW06L6fX9pY6HOdEHCHk9a+U6vV9Oc//PO246f11oBhWe9TBFxPi+77+aWNhT7XCQF3OGnsO7VaLfbms7Qcf9L4nDAK1r97BFxPi5701QcaV2dCBNzhpK3vdFqecH99ne3DepSGOsN9aRs7Ro2A62nRkw5wNAJuiIA7nLT0ncPDw9gbzO6trHCDWZ9crjPSIy1jx7gQcD0tetIBjkbADRFwh+N63zk+Po7dIux6NssWYQNysc5IH9fHjnEj4Hpc9KRDHI1wKxFwh+Vq/7lqnS0PeRiOS3VGerk6dkwKAddg0dOGGqUbAXc4Lo5XrLMdL1fqjHRzceyYJAKuwaKnDTVKNwLucFwar1hnOxlJ1xl+cGnsSAIB12DR04YapRsBdzgujFess50sxjyMggtjR5IIuAaLnjbUKN0IuMNJcrzqtM72ejbLOtsxYszDKFjPOgRcg0VPG2qUbgTc4SQ1XnV+3O4W62zHjP+IwChYzzoEXINFTxtqlG4E3OFMerwql8ux62wL+TzrbCdkOjOlIAhUyOe1nMv1tQzkH/7hH/Tjt94a49EhLaxnHQKuwaKnDTVKNwLucCY1XoWBqvXn9RuwMLxonYMg0L2VlZ7qUKvV9Jvf+A19dWZGx8fH4z5MOM561iHgGix62lCjdCPgDmfc41WlUmGdrWPi6hxeWV/O5TpeSX+8u9uo3/fv3Bn3YcJx1rMOAddg0dOGGqUbAXc44xqvarUa62wddVWdw6DbumSkUqk01fCrM7M6PDycxOHCUdazDgHXYNHThhqlGwF3OOMYr1hn67Ze6hz+x0lYs9defbWtnr+b/Z0JHC1cZT3rEHANFj1tqFG6EXCH0z5e1XVWWtNcy59ftpvaCb6MfS/W2aZDr2NeeBX+2/O/rV/9l/9TW12/OjOjd37ykzEfLVxlPesQcA0WPW2oUboRcIczioDLOtt06XfMe/mllzr0hSl9fe5r1Nco61mHgGuw6GlDjdJtkgG30yTvU+sH62zTqZ86l0olfeVXfvXKP***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***5XJZy7mclnM5lcvlkf8MAi4AjErLQ5AIuB0RcD0tuu/nlzZp6HP/9a//Wr/5jd/Qj370o5G+LwEXAEbkYrefue/d1h+yROFKBFxPi+77+aWNy30uCALdW1nhCi4AOO0LHWy8dP50z3/6uy57ubs970wCAdfTovt+fmnjYp87Pj5WIZ/X9WxW+/v7Y/s5BFwAGFa4teXF4+W7PqzIzXlnkgi4nhbd9/NLG5f6XKVS0dbDLV3PZrVXLKpWq4315xFwAWBI4dKEu0Wd1NXD0zjdmneSQMD1tOi+n1/auNDnarWa9opFTWemtPVwS5VKZSI/l4ALAMNoubGsrbXuMX/OhXknSQRcT4vu+/mlTdJ97r333tO//eY3VcjnJxZsQwRcABgGAXcQBFxPi+77+aVN0n3uk08+0b//vd8f241kVyHgAsCIjWCJQuOJpTFt7tamPgjOenrtdObyiaNXvy76JNHxI+B6OiH6fn5p40qfG/eet3EIuEA61Go1BUEw8d/yYABjDrjTmSlNL2zq4OLR9QTclHAlbIyT7+eXNq71uUkGXQIu4LZwR5XoGPXyiy+O9QmHGL+eA+7StoJoRq5+op1b801LHzq+ttf3TAAB19MJ0ffzSxtX+9wkgi4BF3DX8fGxnvvWtzpemdsrFpM+RAxo4ICrLxVs39R0ZlY3to9Uv/K1vb7n5BFwPZ0QfT+/tHG9z4VBd+H55/WP//iPI31vAi7grtdefbXzr6gvGksW0mksV3BjWy+vuwzLk0LA9XRC9P380sb1Phc+zYyAC9hxfHzcNdxyFTe9hl2D29hzt+trCbjOcD1sjILv55c2rva56NPMfFmiQKPRaLT21qpjGF0oaOe9A53WY17LEgW3dSu6D3w/v7Rxrc9N8mlmkwy4AHoXBEFPwej++nrSh4oB9BxwwzDaWJowq8W1JwTcNHItbIyD7+eXNq70udanmY37Mb0SARdwVa1W6yng7u/vJ32oGEDfAVdqDrkbT1W96rUxCLgJcyVsjJPv55c2LvS5vWJR17NZ3V9fn+hNIwRcwF2Pd3evDLcvv/jiRP5DGKM3UMCVVD8pamVmStOZl/Tg4Ivm13ZqF/vxEnAT5kLYGDffzy9tku5z9+/f129+4zf0zk9+MvGfTcAF3FWr1dr2wA3btW8/p+Pj46QPEQMaNOBKz3RSfOX80cAXD3sg4KZE0mFjEnw/v7Rxoc8l8RQziYALpEG5XNb99XVNZ6ZUyOfHvjYf4+fCvJMkAq6nRe9lXRUtuZakSQddAi6QHkmPTxgdl+adJBBwPS160gGO5m7ADU0q6BJwgfRwZXzC8FycdyaJgOtp0ZMOcDT3A25o3EGXgAukh2vjEwbn8rwzCQRcj4uedIijuR9uo9555x19fe5r+q9//dcjfV8CLpAeLo9R6E9a5p5xIeAaLDoQNe6nmRFwgfRgTvSH9axDwDVYdECa3NPMCLhAejAn+sN61iHgGiw6bJv008wIuEB6MCf6w3rWIeAaLDrsSuJpZgRcID2YE/1hPesQcA0WHfZ89NFH+r0XXkgkbBJwgfRgTvSH9axDwDVYdNjz0UcfafGFFyb+FDOJgAukCXOiP6xnHQKuwaLDrnK53NgxYVKP4iTgAunBnOgP61mHgGuw6EAQBJrOTE0keBJwgfRgTvSH9axDwDVYdECa3ERGwAXSgznRH9azDgHXYNEBiYALoB1zoj+sZx0CrsGiAxIBF0A75kR/WM86BFyDRQckAi6AdsyJ/rCedQi4BosOSARcAO2YE/1hPesQcA0WHZAIuADaMSf6w3rWIeAaLDogEXABtGNO9If1rEPANVh0QCLgAmjHnOgP61mHgGuw6IBEwAXQjjnRH9azDgHXYNEBiYALoB1zoj+sZx0CrsGiAxIBF0A75kR/WM86BFyDRQckAi6AdsyJ/rCedQi4BosOSARcAO2YE/1hPesQcA0WHZAIuADaMSf6w3rWIeAaLDpsq9VqKpfLms5Maa9Y1OHh4Vh/HgEXSA/mRH9YzzoEXINFh12Hh4e69u3n2r4D17793NiCLgEXSA/mRH9YzzoEXINFh01BELT1/dZ2fHw88p9LwPVTt75Em0wbR13hB+tZh4BrsOiwqZDPd50s76+vj+XnEnD9knSoo41vDmNO9If1rEPANVh02JTEZCkRcH2UdKCjEXDRnfWsQ8A1WHTYlOQEXKvVkj59jFDSgY7W3EZdW/hhnP0kDQi4BosOm/7o+9/vOlGOY4kC/MMYmjwCLrqx/j0l4BosOmxK6iYz+IcxNHkEXHRj/XtKwDVYdNhVLpcnvk0Y/MMYmjwCLrqx/j0l4BosOmxrfdBDuVxmjSz6whiaPAIuurH+PSXgGiw6IDGRYXCMockj4KIb699TAq7BogMSExkGxxiaPAIuurH+PSXgGiw6IDGRYXCMockj4KIb699TAq7BogMSExkGxxiaPAIuurH+PSXgGiw6IDGRYXCMockj4KIb699TAq7BogMSExkGxxiaPAIuurH+PSXgGiw6IDGRYXCMockj4KIb699TAq7BogMSExkGxxiaPAIuurH+PSXgGiw6IDGRYXA9j6H1Ux0UN3RnJnztrBYL2yoFZ5M7WE8RcNGN9axDwDVYdEBiIkO8rYdb2t/fv/I1PY2h1U+0c2u+7bXTmSlNz9zVzpGNkFs/PdDexp9rN/hypO/b6xxWq9W0Vyxq6+FWz+8LP1jPOgRcg0UHJCYyxAvHxT94+bsKguDK13QeQ79UsH1T05kpzd3a0senzyRJ9dOyNi9C71yhJO8jbv1IO0uzms7c1E4CATcIAv3By9/ta65jXPCH9axDwDVYdEBiIkO81vFx6+GWarXala9pEwa7mVe0d/Ks+a+CXa20LVM4U1Da1urC7MV7Lmn10VOd1lveL3NNf7L97mVIvrWlj0+/VDUoXvzbed3ZeF9BtS6prrPSmuYyU5p7bVsfPCpoMTN1/po3y5fvrbqqwft6EL3aPHNbD54Eql78feN9br2hv7g1r+nMNa2WPjs/7iebkSUYU5q7takPgrPIMUf+rhHqu5yvPlOpcO38WO+/cf7+M2sqnTVecOXnX6vVdH99faC5jnHBH9azDgHXYNEBiYkM8eKWFFz79nM6PDzs+JpW9WBbNzJTml7aVlBv++sWX+hg46XYnzt3t6iTumLDYuM137utP5yJ/tmsbmwfqR4Jpu3/blaLG0/PA2z1qR4sxL13eNU17n2uabX0c1UPNi9Cc0tb2lbwy04Bt4fzbQTc6LKO3gLu/v6+rn37udj377X+8IP1rEPANVh0QGIiQ7y4YBS2Qj6vSqUy2oB7VtLqzPlV082np6pLqp8+0esLs5dXShsBd1aLa090Wq9HwuW8Voqfqh5dFlEo6SwaTBtrfp/ptPTG+b9rCYyXB/+p9u5Gr9JG3+fiinT9F6r+ov3f1k+KWolebY1botDL+UYCbhh669WqftGhTpJUqVRUyOevrF8vGBf8YT3rEHANFh2QmMgQ76qANJ2Z0nPf+tYIA27k1/9Na3LDsHpxNTayROE8AEZ+RiOotr5Xh/eOXRd7pqD0nvaK72qnsBS5SvvZFcd4oRqoVCxqr/jW5ZKDjgG3x/NtBNzL872qTnvFYte6EXDtsZ51CLgGiw5ITGRJ6yWQpKW1uWoN7sl7en0tXIPrQMANlygsFLRT/FBB9ect4bLTMYZXkWe1WHhLe6VA1cbV2ckG3LHXE6lkva4EXINFByQCbtJc/fxHE4i676LQuLp75a/sX9KDgy+abjIbJOBeLlGILG2YWVPp7JeX/yZcCtC2XKBTKL28Eex8iUTM8oe+lyhcnG+fAbfb0gTmOpus15+Aa7DogHT+PVjO5ZpuHsLkuDr2XBWQvj3/27G/Do/V8z64nW66CtfbaviAG/feG09VjX3NrJ5f+I7meg640X97TYsL34gcU/Nrrr7JLHK+fQZcSTo8PGzaEoyAC+v1J+AaLDoQKpfLWs7lVMjnO+55ivFwdezpFI6i24X1PIa2PclsXnc23ol5klnv24QNtkThXX1cXLu4Ka11S64zBY2/O99C7ORoWzdiQnDbGtzqkfbCNbszt7X59Gc62r4ZuRJbV/Vo9+L8Izs39LxNWO8BN7RXLMauk3a1v2F8rNefgGuw6EBU+KSj69ms/s//9J/0+eefJ31IJrg69rSOj+HOCVe9xk1dbg5Luas+/0qloq2HWympE8bFev0JuAaLDrSq1Wr68Y9/rOnMlN55552kD8cEV8eecFx87dVXh3iSmQvsBtxQEAR67dVXHa8TxiUd39PxIeAaLDoQil693Xq41XalDuPj6tizv7+vcrl85WvSMYYScEPlcrlrTeGfdHxPx4eAa7DogMT626SleexhDE0enz+6sf49JeAaLDpsC4JAy7mclnM5gm2C0jz2MIYmj88f3Vj/nhJwDRYdNgVBoEI+r+Vcjl9XOiDNYw9jaPL4/C06U/Bk83JXkpnbevAkuNiZo5317ykB12DRYc+jR4/09bmv6fHubmOrJyQrzWMPY2jy+Pyt6bSvc/igkXbWv6cEXINFhz0nJyfafPNNTWemuJnMEWkeexhDk8fnb0xjL+jLJ+edFF85D7zhUwFbWP+eEnANFh12RffHJOgmK81jD2No8vj8jWk84jl8sEnkYScE3FgEXINFBwi6yUvz2MMYmjw+f+vCK7izurF9xBKFGARcg0UHQgTd5KR57GEMTR6fv2XPdFp64/zx0gubOqjGxVu+pwRcg0UHWlUqFW2+uanpDE8ym5Q0jz2Mocnj87cqEm5n7mrnqPMjTKx/Twm4BosOREWfZvZXf/mX+vzzz5M+JBPSPPYwhiaPz9+i3sOtxPeUgGuw6ECIp5klJ81jD2No8vj8ramrerDZc7iVevye1k91UNy43Fs3M6vFwrZKwcX7hze3ZTq1zmuAk0bAZXCAQTzNLHlpHnsYQ5PH529MY5uwmJAZ2Vkhqvv39AsdbLzU4T1f0d7JMwJu2jA4wyqeZuaONI89jKHJ4/O3pbEl2CgDbiO8Lun10sl5SK0+1YOF2fjg2gjZ17Ra+mxMZzo6BFwGBxhw/qCHTV3PZrVXLPI0MwekeezpfDWHlkQD4vQecOd1Z6Oog9NnV78hAdd9DA6w5tGjR/qNf/11vfOTnxBuHZHmsSfpQEdjDkN3XftJ/VPt3Z1vft1CQTvvHeg0bs0BAdd9DA6wKNzzlqu4bkjz2JN0oKMxh6G7XvpJ/fSJXl+IWdsbdyMbAdd9DA6wjKDrhrSPPUmHOhpzGK7Wcz+pn+rgvb/Rg1stV3NbHwFMwHUfgwNA0E0aY0/yqIHfkv4PD9daL+qnB9rbuK25zFT7zWsEXPcRcIFL0aDLGt3JYexJHjXwm/X6Xp116jorrZ0H2YU3VGrcYHamo+2753/OFdz0IeACzWq1mh7v7urrc1/To0ePkj4cExh7kkcN/Ga9vl2zTmNLsLgrvvNaKX7KNmFpQ8AFzkUf07v1cEuVSiXpQzKDsSd51MBv1uvbS9apnx7ob7cL509Iu2hztzb001KgatuLCbjOI+DCOoJt8hh7kkcN/Ga9vtazDgHXYNFhF8HWHYw9yaMGfrNeX+tZh4BrsOiwh2DrHsae5FEDv1mvr/WsQ8A1WHTYs7m5qa/PfU1///d/n/Sh4AJjT/Kogd+s19d61iHgGiw6bAqCQPdWVrScy+nw8DDpwzGPsSd51MBv1utrPesQcA0WHbaVy2Ut53Iq5PMsVUgQY0/yqIHfrNfXetYh4BosOiCdfw+CIEj6MMxi7EkeNfCb9fpazzoEXINFByQG/6Tx+SePGvjNen2tZx0CrsGiAxKDf9L4/JNHDfxmvb7Wsw4B12DRAYnBP2l8/smjBn6zXl/rWYeAa7DogMTgnzQ+/+RRA79Zr6/1rEPANVh0QGLwTxqff/Kogd+s19d61iHgGiw6IDH4J43PP3nUwG/W62s96xBwDRYdkBj8k8bnnzxq4K9yuWy+vtazDgHXYNEBick9aRY+/9axltZfQ/+CIFAhn9dyLqfj4+OkDydR1vsTAddg0QHJRsByme+ff9Lh0JeG3tRqNW093NL1bFZ7xWLSh+ME632JgGuw6IDkf8Byne+ff9LB0JeG7vb393U9m9X99XUePx5hvS8RcA0WHZD8D1iu8/3zTzoY+tLQWRAEureyonsrKzx2PIb1vkTANVh0QPI/YLnO98+fcXZwvn5uozqf6HKE/f39kbynj6x/Bwm4BosOSP4HLNf5/vkzzg7O189tFOezVyzqejarrYdbqtVqIzgqf1n/DhJwDRYdkPwPWK7z/fNnnB2cr5/bMOcTBIGWczmWI/TB+neQgGuw6IDkf8Byne+fP+Ps4Hz93AY5n0qlovvr6yxHGID17yAB12DRAcn/gOU63z9/xtnB+fq59Xs+4XKEx7u7LEcYgPXvIAHXYNFhWxAEur++runMlF5+8UXdX1/nV34J8H3sYZwdnK+fW6/nc3h4qOVcToV83vzDGoZh/TtIwDVYdNi19XCr43ZEbI4+Wb6PPSMfZ+unOihu6M5M+J6zWixsqxScDf/ejvF1fup2PpVKRYV8XtezWZXL5Qkdlb+sZx0CrsGiw6bDw8OO4TZsXMmdHN/HntGOs1/oYOOl+H4784r2Tp5dvO6ZTg+KerD2Nwrqfbx9/VQHxU29/uhI/fyzcfF1fup0PrVaTXvFoqYzUyxHGCHrWYeAa7DosOmPvv/9rgH3/vp60odphu9jz0jH2bOSVmemNJ1Z0uulk/MQWn2qBwuzms7M6sb2eTCtB9u6kZnS9NJ2HwH3SwXbN5veJ2m+zk9x5xNdjsBTyEbLetYh4BosOmzqFm75PkyW75/1eALuvO5sFHVw+qztJY1w22jXtFr6TNKZgiebkaUNU5q7takPgjNdhtvoFeE1lc5+rlLhWuQ9pNggXD/VwaOCFhv/vvPx9cPX72P0fMLlCMu5nA4PDxM8Kn9ZH9sJuAaLDpt6Dbi0yTWfjfRc659q7+5883suFLTz3oFOLy65xgfcn6t6sBkJoJG2tK2gPkzAjfm3F23ublEnQ1wK9rWPTGemVKvV9Hh3V9OZ83X/LEcYH0vjTRwCrsGiw6Y/ePm7XQPXvZWVpA8Tnhj1OFs/faLXF2bb++3MXe0cnd9o1ssShfpJUSszYZCtK36Jwmc9BNy414yGr/PTdGZK17NZliNMiPWsQ8A1WHTYFN7EcVXjzmWMyljG2fqpDt77Gz241XI19yLQdgy41UClYlF7xbe0GobkoQNuveXq8KwWC29pr/ihgupwK3l9nZ+mM1MsR5gg61mHgGuw6LCrkM93DLdbD7eSPjx4ZNzjbP30QHsbtzUXCavtATcMoRfhsxSoGq7n7SngdvszXYbn7cha3IVNHQwRcn2dn3w7H9dZzzoEXINFh217xaJefvHFRv9/+cUX2QMXIze6cbaus9LaeZBdeEOlxg1cZzravnv+5x2v4IahdF4rxU9V1zOdlt44D6JXBtzLP1vceKqqokskrthtoX6knaXZoZct+Do/+XY+rrOedQi4BosOSEw2GK+RjrONLcHifvsQhldFdlsIbzL7p4uA23zz2eLCNyIBNxKgG8H3l81/1tRa1+DGvIYruLF8Ox/XWc86BFyDRQckJhuM1+hvMjvQ30aXAWSmNHdrQz8tBao2XhW5qpt5SQ8OvpCqR9orLF2E19vafPozHW3fvPx7Sap+op1wXW8YTuun+vjNiyUQmXndefOJSm+1XOmtBio1HdOsFgtvs01YB76dj+usZx0CrsGiAxKTDcaLcXZwvn5uvp2P66x/Bwm4BosOSEw2GC/G2cH5+rn5dj6us/4dJOAaLDogMdlgvBhnB+fr5+bb+bjO+neQgGuw6IDEZIPxYpwdnK+fm2/n4zrr30ECrsGiAxKTDcaLcXZw8btF+NEwOdY/ewKuwaIDEgEX48U4OzhfPzffzsd11r+DBFyDRQckJhuMF+Ps4Hz93Hw7H9dZ/w4ScA0WHZCYbDBejLOD8/Vz8+18XGf9O0jANVh0QGKywXiNZ5wNH6HburZzVouFbZWCsz7eK/IEs8ajfd3g6/zk2/m4znrWIeAaLDogMdlgvCYbcC/azCvaO+n1KWIE3Enz7XxcZz3rEHANFh2QmGwwXuMNuJHH5UpSNdAHG+eP1Z0rlNTbdVwC7qT5dj6us551CLgGiw5ITDYYr4kGXEmqH2lnaVbTM2sqnYV/c6bgyabuzFwcx0JBuwenF/8uLuDWVQ3e14Nb85Grwrf14EmgqiSdlbQ6M9XyM644pgH5Oj/5dj6us551CLgGiw5ITDYYr4kHXH2mUuGapjPXtFr6TNIznRRfOQ+wTe0lPTj4QrEBt/pUDxZmY5Y/3NRO8GXMz9BlsG68Zni+zk++nY/rrGcdAq7BogMSkw3GK/GA27iiG67Lrat6tKs7M+Eyhh6WKNQ/1d7d+Uigvfw34VKIerCtGyNe5uDr/DSdmdLWwy1VKpWkD8UE61mHgGuw6IB0/j04Pj5O+jDgqaQDbiN4xt6MtqbS2S87BNwzBaX3tFd8VzuFpYt/E3PFdmZNpbNfjHx5guR/wJ3OTOnx7q5qtVrPalTkjQAADTZJREFU/7ZWqykIgjEenX+sZx0CrsGiA9L59+B6Nqv76+tcUcHIJb0Gd6CAGy5RWChop/ihgurP25ckNI7hmlaffDjy5QmS3wFXkiqVirYebul6Nqu9YrGnoPvaq6/q63Nf6ysUW2c96xBwDRYdCNVqNe0Vi40rK0weGJWJBtz6qT5+s2UXhcYNYXe1cxS3r0LrEoXI8oO7RZ3UpfrpE72+MNsScC+XJcwtvKDnR7w8QfI/4IaCIFAhn9dyLqdyudzx3wVBoNlf+3VNZ6b05z/84bgP0xvWsw4B12DRgVaVSkWbb27qt/7Nv9F7772X9OHAA+MNuJ2uzEb3we10k9msFjeeqnpFwI2+9vmF72iuJeBe3lg21RZ+R8HX+anT+QRBoOVcTsu5nA4PD9v+/g+++93G5/HVmRmWVvXIetYh4BosOtCqXC7rejarP/7BD/Tf//mfkz4ceGCyAXdedzbeiXmSWcs2YZklrT56qtOLLcHa1+CeKSiuaTF8zzfLOjna1o1GKA5FwnPTlmGj4ev81O18yuWylnM5FfL5xnrbUqmkr/zKrzZ9Jt+/c2cSh5t61rMOAddg0YHQ4eFh48oJN3BglPweZ9t3UxglXz+3Xs4nXDZ1PZvVn77xhn7jX3+9rS99dWY29kovmvn9HeyOgGuw6ECva9+AQXk9zrZtHzZavn5u/ZxPrVbTH//gBx2Xo/xu9nfGeKR+8Po72AMCrsGiw65KpaL76+t93b0MDMLPcTa6RCK63GG0/PvczvVzPpVKpfNa64u1uO/85CdjPNr08/M72DsCrsGiw55arTbw/pPAIBhnB+fr59bP+bz26qtXBtzpzBTbhnVh/TtIwDVYdNizubmpr899jXCLiWGcHZyvn1uv5xPdFqxbY9uwzqx/Bwm4BosOm8J1tyxPwCQwzg7O18+t1/N57dVX9dWZGf3u7/xOxzb/W7+lX5/+FU1npvTxxx+P+cjTyfp3kIBrsOiwjaCLSWCcHZyvn1uv51OpVBQEQU/t/9rZ0fVsVoV8nv1xW1j/DhJwDRYdkAi6GC/G2cHxufUnurXY1sMtHj1+wfp3kIBrsOhAFEEX48A4Ozg+t8FUKpXGzbSMZXwHCbgGiw7EeecnP9HX/tVX9aMf/SjpQ4EHerlBiNa9oX/RoGuZ9b5EwDVYdCCKp5lhHJIOhr40DM7652e9LxFwDRYdkHiaGcYr6WDoS8PgrH9+1vsSAddg0WEbTzPDpCQdDtPeMBzrn6H1/kTANVh02MTTzIBmjP9+s15f61mHgGuw6LDnvffe07/95jfZQgeIYPz3m/X6Ws86BFyDRYc9n3zyif63//gfWW8LRDD++816fa1nHQKuwaLDLm4sAy4x/vvNen2tZx0CrsGiAwRdgADkO+v1tZ51CLgGiw6ECLqwjPHfb9braz3rEHANFh1oFQbdheef10cffZT04QATwfjvN+v1tZ51CLgGiw60KpfLWs7ldG/lnj755JOkDweYCMZ/v1mvr/WsQ8A1WHQgFAbbQj7PY3phDuO/36zX13rWIeAaLDpAsAUIQL6zXl/rWYeAa7DosItgC1xi/Peb9fpazzoEXINFhz0fffSRFp5/nmALRDD++816fa1nHQKuwaLDno8++kj//vd+n4ALRDD++816fa1nHQKuwaLDrr1iUdezWRXyeVUqlaQPB0gU47/frNfXetYh4BosOmyr1WraKxY1nZnS4eFh0ocDJIbx32/W62s96xBwDRYdkBj8Ab4DfrNeX+tZh4BrsOiAxOAP8B3wm/X6Ws86BFyDRQckdwf/1u+nKw3+oa5+s15f62MYAddg0QHJ3cHfxeNy8ZgwPOrqN+v1tZ51CLgGiw5I7g7+Lh6Xi8eE4VHX9OI3M91ZOtc4BFyDRQckdyd3F4/LxWPC8KgrfGY96xBwDRYdkNyd3F08LhePCcOjrvCZ9axDwDVYdEByd3J38bhcPCYMj7rCZ9azDgHXYNEByd3J3cXjcvGYMDzqCp9ZzzoEXINFByR3J3cXj8vFY8LwqKsfuLEsntXzDhFwDRYdkNyd3F08LhePCcOjrvCZ9axDwDVYdEByd3J38bhcPCYMj7rCZ9azDgHXYNEByd3J3cXjcvGYMDzqCp9ZzzoEXINFByR3J3cXj8vFY8LwqCt8Zj3rEHANFh2Q3J3cXTwuF48Jw6Ou/rF+Y1mU9c+AgGuw6IDk7uTu4nG5eEwYHnWFz6xnHQKuwaIDkruTu4vH5eIxYXjUFT6znnUIuAaLDkjuTu4uHpeLx4ThUVf4zHrWIeAaLDoguTu5u3hcLh4Thkdd4TPrWYeAa7DogOTu5O7icbl4TBgedYXPrGcdAq7BogOSu5O7i8fl4jFheNQVPrOedQi4BosOSO5O7i4el4vHhOFRV/jMetYh4BosOiC5O7m7eFwuHhOGR13hM+tZh4BrsOiA5O7k7uJxuXhMGB51hc+sZx0CrsGiA5K7k7uLx+XiMWF41BU+s551CLgGiw4bWvv5oM33Y+r1uOEf6gqfJT1uJo2Aa7DoAPrDOOEn6gqfWc86BFyDRQfQH8YJP1FX+Mx61iHgGiw6gP4wTviJusJn1rMOAddg0QH0h3HCT9QVPrOedQi4BosOe1y8icvFY7rqWOEf6gqfuTSGJoGAa7DoAPrDOOEn6gqfWc86BFyDRQfQH8YJP1FX+Mx61iHgGiw6gP4wTviJusJn1rMOAddg0QH0h3HCT9QVPrOedQi4BosO21y9icu1Y4py6VgwOtQ***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[/img][attach]1534282[/attach]

    LED驱动芯片 AC 断路 电压 短路

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  • LED 驱动芯片的MOS可有可无?

    为什么有的LED驱动芯片,控制路上需要MOS,但有的芯片不需要MOS就直接驱动LED呢?

    LED MOS 驱动芯片 LED驱动 LED驱动芯片

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